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Introduction There has been a rapid evolution of integrated digital networks throughout the world As these networks have developed, there have been several studies on their robustness to digital impairments This chapter considers just one of these impairments: timing jitter It shows how jitter is generated, the importance of controlling jitter accumulation, and the effect jitter has on various services carried The philosophy behind setting standards for jitter is described, particularly the link between timing jitter and network synchronization control This chapter then describes some practical jitter measurements to ensure that network performance standards are met



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To gain fast random access to records in a le, we can use an index structure Each index structure is associated with a particular search key Just like the index of a book or a library catalog, an ordered index stores the values of the search keys in sorted order, and associates with each search key the records that contain it The records in the indexed le may themselves be stored in some sorted order, just as books in a library are stored according to some attribute such as the Dewey deci-

The McGraw Hill Companies, 2001





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Java PDF library - PDFViewer.java. ... Commands; import org.jpedal.examples.​viewer.Viewer; import javax.swing.JFrame; import javax.swing.JInternalFrame;

Jitter Defined One of the best definitions of timing jitter has been provided by the ITU-T Timing jitter is short-term variations of the significant instants of a digital signal from their ideal positions in time For the purposes of this definition, a significant instant is any convenient, easily identifiable point on the signal, such as the rising or falling edge of a pulse We can see what is happening more clearly in Figure 231 In this illustration, an ideal timing signal is compared at a succession of instants Tn with a real timing signal that has some timing jitter At instant T1, the trailing edge of the real signal is displaced by a period t1 from its ideal position Similarly, at T2 to T6, there are displacements t2 to t6 If we plot these displacements on a graph, we can see that they form a cyclical pattern that can be called the jitter function Represented in this way, the jitter function can be quantified in terms of frequency and amplitude

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A-217 A-101 A-110 A-215 A-102 A-201 A-218 A-222 A-305

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Downloaded from Digital Engineering Library @ McGraw-Hill (wwwdigitalengineeringlibrarycom) Copyright 2004 The McGraw-Hill Companies All rights reserved Any use is subject to the Terms of Use as given at the website

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Signed Value 2144534518 2144534517 2144534516 2144337919 2144337920 2144337921 2144337922 2144337923 2144337924 2144337925 2144337926 2144337927 2144337928

It is important to be aware that the jitter function is usually complex in practice, made up of a range of components at different frequencies and amplitudes We will discuss the sources of these components in more detail later Now that we know what jitter is, how can we observe it and measure it One common way of evaluating the quality of a digital signal is to set up an eye diagram on an oscilloscope (Figure 232); a typical arrangement is shown in Figure 233 A stable reference clock is derived from the jittered clock signal by means of a phaselocked loop and is used to trigger the oscilloscope externally so that the jittered clock symbols are superimposed on one another The display can be analyzed as shown in Figure 234 It can be seen from this that jitter has the effect of closing the eye in the horizontal axis It is worth noting that while an eye diagram can give a qualitative indication of the performance of a digital link, it might not show randomly intermittent eye closures and therefore is not suitable for quantitative analysis A method of obtaining a quantitative measurement commonly used in jitter measuring instruments is shown in Figure 235

mal number A le may have several indices, on different search keys If the le containing the records is sequentially ordered, a primary index is an index whose search key also de nes the sequential order of the le (The term primary index is sometimes used to mean an index on a primary key However, such usage is nonstandard and should be avoided) Primary indices are also called clustering indices The search key of a primary index is usually the primary key, although that is not necessarily so Indices whose search key speci es an order different from the sequential order of the le are called secondary indices, or nonclustering indices

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How to display PDF and Office documents in your Java Web ...
Feb 16, 2017 · Easily view PDF, DOC, DOCX and image files in your Java Web Application.​ ... Java vs ...Duration: 4:53 Posted: Feb 16, 2017

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